TY - JOUR
T1 - CED (crack energy density) in an arbitrary direction and load-displacement curves
AU - Watanabe, Katsuhiko
AU - Utsunomiya, Takao
AU - Hirano, Yasuo
N1 - Copyright:
Copyright 2017 Elsevier B.V., All rights reserved.
PY - 1989
Y1 - 1989
N2 - The CED (crack energy density) in an arbitrary direction, Eφ, is expected to describe the fracture behaviors of a mixed mode crack. It was shown previously that Eφ can be evaluated by a path-independent integral with sufficient accuracy for practical purposes. In this paper, another evaluation method of Eφ, based on the relationship between Eφ and load- displacement curves, is discussed. A relationship between initial crack lengths, load-displacement curves and Eφ, which holds until cracks start to grow, is derived and a method of evaluating Eφ from the load-displacement curves is proposed. Based on this method, evaluation of Eφ is attempted from load-displacement curves obtained by finite element analyses and experiments. It is shown that this method is practical for evaluating Eφ through comparison with the theoretical values and the values found by the path-independent integral.
AB - The CED (crack energy density) in an arbitrary direction, Eφ, is expected to describe the fracture behaviors of a mixed mode crack. It was shown previously that Eφ can be evaluated by a path-independent integral with sufficient accuracy for practical purposes. In this paper, another evaluation method of Eφ, based on the relationship between Eφ and load- displacement curves, is discussed. A relationship between initial crack lengths, load-displacement curves and Eφ, which holds until cracks start to grow, is derived and a method of evaluating Eφ from the load-displacement curves is proposed. Based on this method, evaluation of Eφ is attempted from load-displacement curves obtained by finite element analyses and experiments. It is shown that this method is practical for evaluating Eφ through comparison with the theoretical values and the values found by the path-independent integral.
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U2 - 10.1299/jsmea1988.32.4_527
DO - 10.1299/jsmea1988.32.4_527
M3 - Article
AN - SCOPUS:0024750287
SN - 0914-8809
VL - 32
SP - 527
EP - 534
JO - JSME International Journal, Series 1: Solid Mechanics, Strength of Materials
JF - JSME International Journal, Series 1: Solid Mechanics, Strength of Materials
IS - 4
ER -